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</Verdi></Egenskap></Egenskaper><Prosjektdata><Post><ID>05;01;08#1</ID><Postnr>05.01.08.1</Postnr><Postnrdeler><Postnrdel><Type>Fagkapittel</Type><Kode>05</Kode></Postnrdel><Postnrdel><Type>Bygningsdel</Type><Kode>01</Kode></Postnrdel><Postnrdel><Type>Type3</Type><Kode>08</Kode></Postnrdel><Postnrdel><Type>Hovedlopenr</Type><Kode>1</Kode></Postnrdel></Postnrdeler><Egenskaper><Egenskap><Navn>Focus.Flagg</Navn><Verdi>4192</Verdi></Egenskap></Egenskaper><Kode><ID>LY1.12902</ID><Type>NS3420-4</Type><Revisjon>2010</Revisjon><Tekst OriginalFormat="Uformatert"><Uformatert>MEKANISK FORBEHANDLING 
FLATE: Spor etter forskalingsstag
METODE: VALGFRI
UTFØRELSE OG KONTROLL: UTFØRELSESKLASSE 2</Uformatert></Tekst></Kode><Tekst OriginalFormat="RTF"><Uformatert>Lokalisering: Hull etter forskalingsstag
Eksisterende overflate: Ny betongvegg
Krav til ferdig forbehandlet overflate: Hullene etter forskalingsstag skal være rubbete og rene
Andre krav: Nei</Uformatert><RTF>{\rtf1\ansi\ansicpg1252\deff0\deflang1044{\fonttbl{\f0\fswiss\fprq2\fcharset0 Arial;}}
{\colortbl ;\red1\green2\blue4;}
\viewkind4\uc1\pard\tx425\i\protect\f0\fs20 Lokalisering:\cf1\i0  \cf0\protect0 Hull etter forskalingsstag\cf1\protect\par
\cf0\i Eksisterende overflate:\cf1\i0  \cf0\protect0 Ny betongvegg\cf1\protect\par
\cf0\i Krav til ferdig forbehandlet overflate:\cf1\i0  \cf0\protect0 Hullene etter forskalingsstag skal v\'e6re rubbete og rene\cf1\protect\par
\protect0\pard\protect\fi-425\li425\sb60\tx425\cf0\i Andre krav:\i0  Nei\par
}
</RTF></Tekst><Prisinfo><Mengderegel>Areal</Mengderegel><Enhet>m²</Enhet><Mengde>0</Mengde><Enhetspris>0</Enhetspris><Sum>0</Sum><Avgifter><Avgift><Type>MVA</Type><Andel>1</Andel><Sats>25</Sats></Avgift></Avgifter></Prisinfo></Post><Post><ID>05;01;08#2</ID><Postnr>05.01.08.2</Postnr><Postnrdeler><Postnrdel><Type>Fagkapittel</Type><Kode>05</Kode></Postnrdel><Postnrdel><Type>Bygningsdel</Type><Kode>01</Kode></Postnrdel><Postnrdel><Type>Type3</Type><Kode>08</Kode></Postnrdel><Postnrdel><Type>Hovedlopenr</Type><Kode>2</Kode></Postnrdel></Postnrdeler><Egenskaper><Egenskap><Navn>Focus.Flagg</Navn><Verdi>4192</Verdi></Egenskap></Egenskaper><Kode><ID>LY2.2312A</ID><Type>NS3420-4</Type><Revisjon>2009</Revisjon><Tekst OriginalFormat="Uformatert"><Uformatert>HEFTBRO PÅ BETONG 
KONTROLLKRAV: KONTROLLKLASSE NORMAL KONTROLL</Uformatert></Tekst></Kode><Tekst OriginalFormat="RTF"><Uformatert>Lokalisering: Hull etter forskalingsstag
Krav til materialer: Heftbro mellom betong og mørtel
Andre krav:    
b)	Materialer
Weber Rep 05 Heftbro
c)	Utførelse
Kostes inn i hullene
x)	Mengderegler
Posten reguleres iht. dokumenterte mengder.</Uformatert><RTF>{\rtf1\ansi\ansicpg1252\deff0\deflang1044{\fonttbl{\f0\fswiss\fprq2\fcharset0 Arial;}}
{\colortbl ;\red1\green2\blue4;\red128\green128\blue128;}
\viewkind4\uc1\pard\tx425\i\protect\f0\fs20 Lokalisering:\cf1\i0\protect0  \cf0 Hull etter forskalingsstag\cf1\par
\cf0\i\protect Krav til materialer:\cf1\i0\protect0  \cf0 Heftbro mellom betong og m\'f8rtel\cf1\par
\pard\fi-425\li425\sb60\tx425\cf0\i\protect Andre krav:\i0     \par
\i b)\tab Materialer\i0\par
\protect0\pard\protect\li425\tx425\protect0 Weber Rep 05 Heftbro\cf2\protect\par
\protect0\pard\protect\fi-425\li425\sb60\tx425\cf0\i c)\tab Utf\'f8relse\i0\par
\protect0\pard\protect\li425\tx425\protect0 Kostes inn i hullene\cf2\protect\par
\protect0\pard\protect\fi-425\li425\sb60\tx425\cf0\i x)\tab Mengderegler\i0\par
\protect0 Posten reguleres iht. dokumenterte mengder.\par
}</RTF></Tekst><Prisinfo><Mengderegel>Antall</Mengderegel><Enhet>stk</Enhet><Mengde>0</Mengde><Enhetspris>0</Enhetspris><Sum>0</Sum><Avgifter><Avgift><Type>MVA</Type><Andel>1</Andel><Sats>25</Sats></Avgift></Avgifter></Prisinfo></Post><Post><ID>05;01;08#3</ID><Postnr>05.01.08.3</Postnr><Postnrdeler><Postnrdel><Type>Fagkapittel</Type><Kode>05</Kode></Postnrdel><Postnrdel><Type>Bygningsdel</Type><Kode>01</Kode></Postnrdel><Postnrdel><Type>Type3</Type><Kode>08</Kode></Postnrdel><Postnrdel><Type>Hovedlopenr</Type><Kode>3</Kode></Postnrdel></Postnrdeler><Egenskaper><Egenskap><Navn>Focus.Flagg</Navn><Verdi>4192</Verdi></Egenskap></Egenskaper><Kode><ID>LY2.232132A</ID><Type>NS3420-4</Type><Revisjon>2010</Revisjon><Tekst OriginalFormat="Uformatert"><Uformatert>UTFYLLING MED REPARASJONSMØRTEL 
MØRTELKLASSE: KLASSE R3
UTFØRELSE OG KONTROLL: UTFØRELSESKLASSE 2</Uformatert></Tekst></Kode><Tekst OriginalFormat="RTF"><Uformatert>Lokalisering: Hull etter forskalingsstag
Andre krav:    
b)	Materialer
Weber Rep 25 reparasjonsmørtel
c)	Utførelse
Reparasjonsmørtelen sparkles inn i hullene vått i vått med Weber Rep 05 Heftbro
x)	Mengderegler
Posten reguleres iht. dokumenterte mengder.</Uformatert><RTF>{\rtf1\ansi\ansicpg1252\deff0\deflang1044{\fonttbl{\f0\fswiss\fprq2\fcharset0 Arial;}}
{\colortbl ;\red1\green2\blue4;\red128\green128\blue128;}
\viewkind4\uc1\pard\tx425\i\protect\f0\fs20 Lokalisering:\cf1\i0\protect0  \cf0 Hull etter forskalingsstag\cf1\par
\pard\fi-425\li425\sb60\tx425\cf0\i\protect Andre krav:\i0     \par
\i b)\tab Materialer\i0\par
\protect0\pard\protect\li425\tx425\protect0 Weber Rep 25 reparasjonsm\'f8rtel\cf2\par
\pard\fi-425\li425\sb60\tx425\cf0\i\protect c)\tab Utf\'f8relse\i0\par
\protect0\pard\protect\li425\tx425\protect0 Reparasjonsm\'f8rtelen sparkles inn i hullene v\'e5tt i v\'e5tt med Weber Rep 05 Heftbro\cf2\par
\pard\fi-425\li425\sb60\tx425\cf0\i\protect x)\tab Mengderegler\i0\par
\protect0 Posten reguleres iht. dokumenterte mengder.\par
}
</RTF></Tekst><Prisinfo><Mengderegel>Volum</Mengderegel><Enhet>m³</Enhet><Mengde>0</Mengde><Enhetspris>0</Enhetspris><Sum>0</Sum><Avgifter><Avgift><Type>MVA</Type><Andel>1</Andel><Sats>25</Sats></Avgift></Avgifter></Prisinfo></Post></Prosjektdata></ProsjektNS></Prosjekter></NS3459>
